vai pierakstieties, izmantojot
Not all nets consisting of 6 congruent squares are foldable into cubes.
neto no kuba, kubs, tīkls, regulāra cietviela, 3D figūras, ģeometrija, Uzdevums, Matemātika
Colouring the vertices, edges and faces of a given cube according to the criteria specified in the exercise.
This animation demonstrates the components (vertices, edges, diagonals and faces) of the cube, one of the Platonic solids.
Edges, diagonals and faces of a cube can be identified by its vertices.
An exercise about the regular hexahedron built from unit cubes to help deepen your knowledge of cubes.
Building cubes shown in several views from the available unit cubes aids spatial vision and other skills.
Examining solids formed by the intersection of a cube and a plane.
Build 3D shapes from unit cubes with the help of several views.
Building 3D shapes into a given cube mesh with the help of several views.
A cuboid is a polyhedron with six rectangular faces.
Edges, diagonals and faces of a cuboid can be identified by its vertices.
Regular dice can be used for solving statistical and probability exercises.
This animation demonstrates various types of cuboids through everyday objects.
This animation demonstrates the different nets of a cuboid and includes a game.
A spectacular demonstration of algebraic expressions.
Šajā animācijā iepazīstināsim ar formulām, kas ļauj aprēķināt figūru perimetru un laukumu, kā arī ģeometrisku ķermeņu virsmas laukumu un tilpumu.
This animation demonstrates the five regular three-dimensional (or Platonic) solids, the best known of which is the cube.
Find views and nets of three-dimensional shapes.
An exercise about the volume and surface area of solids generated from a ´base cube´.
Mūsu tīmekļa vietne izmanto sīkfailus, lai nodrošinātu jums labāko tiešsaistes pieredzi.